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TORONTO — One thing appears to be certain according to CFL Simulation this week, and that’s the Ottawa REDBLACKS appearing to have the edge over the Hamilton Tiger-Cats in advancing to the Grey Cup out of the East Division.
With four teams remaining in the Grey Cup Playoffs, Ottawa holds the largest likelihood of advancing to Edmonton to compete for the right to hoist the championship’s trophy, as CFL Simulation has the REDBLACKS with a 70.58 per cent chance of defeating the Tiger-Cats in the Eastern Final.
However, despite being heavily favoured to make it to the 106th Grey Cup, Ottawa doesn’t have the same fortune of being favoured as the most likely team to be hoisting the trophy over their heads. That title goes to the Winnipeg Blue Bombers, who, although they aren’t favoured in the more likely championship matchup, is favoured as the most likely to win the Grey Cup (34.46%) according to the simulation model. In that series of events, it would be their first championship since 1990 — the league’s longest championship drought
Winnipeg will be needing to get through a tough Calgary Stampeders team before they can even begin to worry about potentially planning their parade route. The Stampeders, after finishing the season with the league’s best record, along with ranking high in multiple team and individual statistical categories, rank in the matchup with the highest odds of occurring. That’s according to the simulation following the Semi-Final round of the playoffs.
But Dave Dickenson, coach of the Stampeders, said so himself earlier this week, this is the CFL and anybody can beat anybody, but the answers to these questions will soon be answered, along with just how close the odds were in yet another edition of CFL Simulation.
Let’s take a look at the odds:
Odds to Meet in 106th Grey Cup
Odds to Appear in 106th Grey Cup
|Winnipeg Blue Bombers||48.86%|
Odds to Win 106th Grey Cup
|Winnipeg Blue Bombers||34.46%|
• Each team’s current win-loss record.
• Opponents already played (including whether it was a home or away game).
• Margin of victory (or loss) in games previously played in the season.
• Remaining opponents to be played (including whether those games are home or away).
• Most recent results (a recent win is weighted more heavily than a win back in Week 1, for example)
The model calculates each team’s probability of victory in each remaining game. It then simulates 10,000 replications of the remaining regular season schedule. The first place team in each division is the one with the most regular season wins. For each replication, the model keeps track of which team finished first.
For instance, if Winnipeg finished first in the West Division in 1,990 of the 10,000 replications, then its first place probability is 1,990 / 10,000 = 19.90%.
The model is updated weekly based on the results of games played that week.